Embedded newform data - 90.12.c.b.19.3

Formats: - HTML - YAML - JSON - 2025-09-07T10:45:59.356359

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 12960, 'analytic_conductor': 69.150886250363, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [90, 2, [11, 37], [2, 1]], 'cm_discs': [], 'conrey_index': 19, 'dim': 6, 'field_disc': -1767009543281748544, 'field_disc_factorization': [[-1, 1], [2, 6], [67, 2], [1093, 2], [2269, 2]], 'field_poly': [6408200, -6762620, 3568321, 198, 2, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [821471635536743699888328256, 0, 4768524644880488688, 0, 6269737308, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737267650650, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 14745600000, 'hecke_ring_index_factorization': [[2, 19], [3, 2], [5, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '90.12.c.b', 'level': 90, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '10.12.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{2}q^{2}-2^{10}q^{4}+(-88+63\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '90.12.c', 'trace_display': [0, 0, -530, 0], 'trace_hash': 602878448581675040, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.643', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '179.730', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8338.023', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [6, 0, 0, -6144, -530, 0, 0, 0, 0, -385920, 642728, 0, 0, 2125952, 0, 6291456, 0, 0, -24109080, 542720, 0, 0, 0, 0, -181718850, -89251584, 0, 0, 256409820, 0, 458481792, 0, 0, -225288192, 697136360, 0, 0, 0, 0, 395182080, 164768948, 0, 0, -658153472, 0, -2956208256, 0, 0, -675514158, -3912262400, 0, 0, 0, 0, 3688644360, -2176974848, 0, 0, -17663962360, 0, -5020792428, 0, 0, -6442450944, 19996916880, 0, 0, 0, 0, 24956826240, -56788418832, 0, 0, 64135292672, 0, 24687697920, 0, 0, 2602550880, -555745280, 0, 0, 0, 0, -85024210560, -111995790464, 0, 0, -249448412540, 0, -184446766128, 0, 0, -337749482112, -104896380600, 0, 0, 0, 0, 186080102400, 410089725388, 0, 0, 91393622016, 0, 20172474624, 0, 0, 702129089460, -645698408960, 0, 0, 0, 0, -710591983080, -262563655680, 0, 0, -821600097664, 0, 114142156398, 0, 0, -469485355008, 438984361750, 0, 0, 0, 0, 531558769920, -1439439822792, 0, 0, 2025175748992, 0, 230695108608, 0, 0, 975812394840, -713867632640, 0, 0, 0, 0, -858002174100, 93554899456, 0, 0, 1213084245500, 0, -4016909267088, 0, 0, 887713291776, -2531410520960, 0, 0, 0, 0, -404666449920, 4011439333048, 0, 0, -168723402752, 0, -880435111296, 0, 0, 4267518063198, 1453410344960, 0, 0, 0, 0, 6786513709200, 673949155328, 0, 0, 17515657786520, 0, 4911330801492, 0, 0, 3027157254144, -3520770513040, 0, 0, 0, 0, -8253633446400, -8347448746752, 0, 0, -7878925349888, 0, 691726497792, 0, 0, -6191097615600, 4006156697600, 0, 0, 0, 0, -4620254275740, 2263211547776, 0, 0, 33842885470560, 0, 4472804618472, 0, 0, 28319112632448, -32930499340520, 0, 0, 0, 0, -3777171824640, -10316124563712, 0, 0, 2229222244352, 0, -25335440495616, 0, 0, 2609709782580, -7725993134720, 0, 0, 0, 0, -3065212049160, 18087897456640, 0, 0, 36702623812960, 0, -18510334110948, 0, 0, 5141291446272, -42743607262710, 0, 0, 0, 0, 2645030832000, -5927088000312, 0, 0, 46007656764032, 0, 6597069766656, 0, 0, 70131602731824, -20476842885120, 0, 0, 0, 0, -85802700925680, -86964202344960, 0, 0, 24132939183180, 0, -42756168171168, 0, 0, -54401473193472, -25437556543800, 0, 0, 0, 0, -25555790069760, -165115433136492, 0, 0, 58151340883968, 0, 49617812241408, 0, 0, 59232994107942, -83917816646400, 0, 0, 0, 0, -62529195058200, -65674539696128, 0, 0, 43025855079984, 0, 50265208205112, 0, 0, -25280202670080, 34753541619140, 0, 0, 0, 0, 88863229378560, 157384883458128, 0, 0, 112847813431552, 0, -2665012101120, 0, 0, 282657324882960, 569083166720, 0, 0, 0, 0, -18419336066400, 10964896812416, 0, 0, 62254844015896, 0, -388255955749608, 0, 0, -134657401406592, -86894101170440, 0, 0, 0, 0, 87064791613440, -212044696328704, 0, 0, 114683689435136, 0, -88222461517056, 0, 0, -400992497300700, 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268865183416320, 0, 409409646472704, 0, 0, -1366922818604136, 212085724658560, 0, 0, 0, 0, -182140567947000, 841318500007936, 0, 0, -3128323898002880, 0, 2874345485728992, 0, 0, -116881568151552, 2067408608868160, 0, 0, 0, 0, 1341796601650560, 317628143518248, 0, 0, 42948662123520, 0, 480753003528192, 0, 0, -881587789397400, -449519986432000, 0, 0, 0, 0, -1154252730755940, -1659689878486528, 0, 0, -3512807155065060, 0, -2234829384932448, 0, 0, -2933525224292352, -412826309135320, 0, 0, 0, 0, -544316180398080, 3203622716928868, 0, 0, 1473986378539008, 0, 166149688973184, 0, 0, 2753231734936818, -1459635551589120, 0, 0, 0, 0, 2829284031977640, -2073779966967808, 0, 0, -2206759370020104, 0, 1721588758530852, 0, 0, -236231791214592, 1392542416441700, 0, 0, 0, 0, 1546384008268800, 9611387962131600, 0, 0, 2648061332364032, 0, -999231892316160, 0, 0, 668798622632496, 731000455823360, 0, 0, 0, 0, -4319360898242880, -1915323779173504, 0, 0, -164240624794220, 0, 1409915973247032, 0, 0, -1249951917590784, -1743823399507600, 0, 0, 0, 0, 878594226278400, -3894995399945432, 0, 0, -95800217042944, 0, 1554434063864064, 0, 0, 248895022794240, 4329777050867200, 0, 0, 0, 0, -1453262058295680, -1242198267392000, 0, 0, 12695532707595600, 0, -374165800663188, 0, 0, 4113315089498112, -2842774709724490, 0, 0, 0, 0, -2222818720631040, -7181578741231632, 0, 0, 4435574324794752, 0, -909018410778624, 0, 0, 3731558896245720, 2592164373463040, 0, 0, 0, 0, -1521700503146250, -2312727407773184, 0, 0, 7467354819466496, 0, 1652245309810992, 0, 0, 11611440079319808, -6249311043061240, 0, 0, 0, 0, 414378444718080, -1601291428590652, 0, 0, -4107713877041152, 0, -13353849066455040, 0, 0, -9086781420130080, 4199475593606400, 0, 0, 0, 0, -1679114637296040, 172772764418048, 0, 0, 3810252958865240, 0, 9217426536469572, 0, 0, 901565553967104, -21890974694608800, 0, 0, 0, 0, 197299975559040, 5989151700249136, 0, 0, 623501575427072, 0, -4369938496714752, 0, 0, 4968293613712704, -1488292193239040, 0, 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0, -2708511571968000], 'weight': 12, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.0, -0.7071067811865476], [0.0, 0.0], [-0.5, 0.0], [0.5948495410794838, -0.803837062766782], [0.0, 0.0], [0.0, 1.6552406638231685], [0.0, 0.3535533905932738], [0.0, 0.0], [-0.568398638051468, -0.4206221442830088], [0.5169257547702633, 0.0], [0.0, 0.0], [0.0, 0.5430485647746148], [1.170431897885085, 0.0], [0.0, 0.0], [0.25, 0.0], [0.0, 0.5487011753276944], [0.0, 0.0], [-1.4442503753872986, 0.0], [-0.2974247705397419, 0.401918531383391], [0.0, 0.0], [0.0, -0.36552170656802746], [0.0, -1.0530162958761085], [0.0, 0.0], [-0.29230804695505486, -0.9563242157790011], [0.38399332266575226, 0.0], [0.0, 0.0], [0.0, -0.8276203319115842], [-0.4101443264029963, 0.0], [0.0, 0.0], [-0.6686277595366225, 0.0], [0.0, -0.1767766952966369], [0.0, 0.0], [0.38799032191924143, 0.0], [1.3305437933797541, 0.984619149251312], [0.0, 0.0], [0.0, -0.39243548192816846], [0.0, 1.0212392341675758], [0.0, 0.0], [0.284199319025734, 0.2103110721415044], [-0.3188895327220693, 0.0], [0.0, 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-0.4765909642385744, -0.07144222983791985, -0.27640793974849265, -0.48433848705858246, 0.07850275034701246, 0.09260747727424194, -0.23206066268941877, -0.23257744614529738, -0.38332947361238967, -0.4698399877320084, -0.4627262729005652, -0.3411653492305757, -0.20720612091438215, -0.17721872589051496, -0.43949556105959675, 0.09089606191753287, 0.10799064105005529, -0.23109281644676186, -0.13416892387073912, -0.3894704728137121, -0.34235230182528775, 0.19651106707919455, -0.42838451971961866, -0.28952381213290584, 0.07512614120613811, -0.18583747465997316, -0.3834517205748166, -0.27542029233917736, -0.11962311122061585, 0.04575594287711237, -0.4847626289329123, -0.42699552867663354, -0.15103611428037134, -0.20174036478926627, -0.2382216388920835, 0.07893282532357417, 0.07736627878010648, -0.13151351068313255, -0.2496942882792152, -0.41140313586309235, -0.2931161344090687, -0.22312615580523237, 0.0341891879856232, -0.3414679875913862, -0.07492882483169638, 0.15880296897979315, 0.03695371304306407, 0.06870058638266606, -0.13248563073801564, -0.31184627754437316, -0.37094511351573156, 0.0737816428822854, -0.183186345347889, -0.458394348057546, 0.03392908466715129, 0.020077864292020006, -0.39444790421338416, -0.4889746275978607, -0.4658195203505067, -0.19996773347036895, 0.04547410218486852], 'char_orbit_index': 3, 'conrey_index': 19, 'dual_conrey_index': 19, 'dual_embedding_index': 6, 'dual_embedding_m': 6, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': -30.759767870151553, 'embedding_root_real': 30.759767870151553, 'hecke_orbit': 2, 'hecke_orbit_code': 4503737267650650, 'label': '90.12.c.b.19.3', 'level': 90, 'weight': 12}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 12960, 'analytic_conductor': 69.150886250363, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [90, 2, [11, 37], [2, 1]], 'conrey_index': 19, 'cusp_dim': 190, 'dim': 28, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 137640280154, 'hecke_orbit_dims': [4, 6, 6, 12], 'label': '90.12.c', 'level': 90, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 206, 'mf_new_dim': 28, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 28, 'sturm_bound': 216, 'trace_bound': 5, 'trace_display': [0, 0, 4446, 0], 'traces': [28, 0, 0, -28672, 4446, 0, 0, 0, 0, -28096, -658620, 0, 0, 4663296, 0, 29360128, 0, 0, 7709928, -4552704, 0, 0, 0, 0, -81876072, -53324928, 0, 0, -72925164, 0, 83419120, 0, 0, 185599616, 29153556, 0, 0, 0, 0, 28770304, -2717749584, 0, 0, 674426880, 0, 3311424640, 0, 0, -9365150412, 3799166976, 0, 0, 0, 0, -96478528, -4775215104, 0, 0, 2077040700, 0, 21317613584, 0, 0, -30064771072, 38234467332, 0, 0, 0, 0, -11009085568, -70914238920, 0, 0, 7257589632, 0, -7894966272, 0, 0, -27891079200, 4661968896, 0, 0, 0, 0, 34746385172, -98504064, 0, 0, -54892999008, 0, 58405785576, 0, 0, -5723630720, -80872970904, 0, 0, 0, 0, 83841097728, 134283955572, 0, 0, 54604726272, 0, 255322482048, 0, 0, -436286073736, -313257548160, 0, 0, 0, 0, -38528535680, 74675367936, 0, 0, 672187446504, 0, -1243737868636, 0, 0, -85421178880, -1135420936074, 0, 0, 0, 0, 38040622080, -489991231620, 0, 0, 1087659444096, 0, -190054006784, 0, 0, 762765545216, -29853241344, 0, 0, 0, 0, -622692808956, -2234009910528, 0, 0, 6198613331436, 0, 6370113465376, 0, 0, -1538417264384, -910151219952, 0, 0, 0, 0, -29460791296, -10816816142520, 0, 0, 2782975574016, 0, 2853877066624, 0, 0, -15865926927788, -1132691325696, 0, 0, 0, 0, 5418768964000, -690613125120, 0, 0, 18731022327756, 0, 12695196950528, 0, 0, -3390898831360, -8893668271788, 0, 0, 0, 0, 8702618248704, -14106302091576, 0, 0, 20070318316032, 0, 9589914021888, 0, 0, -33025304517744, -3890346983424, 0, 0, 0, 0, 19955109679316, -8660145924864, 0, 0, 62425747857600, 0, 10933974240192, 0, 0, -13218180081792, -55184092815024, 0, 0, 0, 0, 98794012672, -12961356253992, 0, 0, 4889820266496, 0, -3369051594624, 0, 0, -52997025393392, -32083961915520, 0, 0, 0, 0, 65401941458440, -2126889676800, 0, 0, 103232989380456, 0, -11339181067088, 0, 0, -21829236310016, -110624639571126, 0, 0, 0, 0, 32274717125824, -54025000593876, 0, 0, 86549055459840, 0, 30786325577728, 0, 0, -80073344142616, -39152094547968, 0, 0, 0, 0, 49436340499764, -51072806536704, 0, 0, 252704715620436, 0, 32568822592720, 0, 0, -60956369152128, -130683398580900, 0, 0, 0, 0, 11273303621632, -125846394623928, 0, 0, 72616180654080, 0, 13341157287168, 0, 0, -195321140871788, -57210233382144, 0, 0, 0, 0, 10164361609712, -7431771783168, 0, 0, 273054382518240, 0, 113719551780808, 0, 0, 8084445462528, -137990299712220, 0, 0, 0, 0, 82032874443776, -137936269489320, 0, 0, 136969064456832, 0, 28560465100800, 0, 0, -242576511912432, -4773856149504, 0, 0, 0, 0, 336463786920144, -124110719950464, 0, 0, 19113186726360, 0, -56242370000696, 0, 0, -249230704847232, -177134825269944, 0, 0, 0, 0, -35580298416128, 323647542596160, 0, 0, 100868161536, 0, -130985310400384, 0, 0, 497497474158776, 3468872330496, 0, 0, 0, 0, 373034930984736, 56210430984192, 0, 0, -427567824136656, 0, -2161039053844, 0, 0, -59807524429824, 102929290213032, 0, 0, 0, 0, -53455282676224, 739972979018136, 0, 0, -409829751394560, 0, 5860997857280, 0, 0, -76071820891184, 82813922205696, 0, 0, 0, 0, -1176747076769096, 68607926684928, 0, 0, -525102304278564, 0, -424007798980880, 0, 0, 1018706475144832, 334186478209008, 0, 0, 0, 0, -85853284073472, 102026519435016, 0, 0, -137506770505728, 0, 209293480454400, 0, 0, 805301915815192, 798298017722496, 0, 0, 0, 0, -58896834005168, -55915239702528, 0, 0, -1364966912187900, 0, -1199983129545272, 0, 0, -261450221617152, 1523846047752144, 0, 0, 0, 0, -1311731227702400, 589879221878880, 0, 0, -825630721431552, 0, 446756939505664, 0, 0, 4086468003218544, 320775729315840, 0, 0, 0, 0, -1152589399977644, -863214453400320, 0, 0, -3564461706106464, 0, 1273131818206840, 0, 0, 24294236922752, 2966143840124832, 0, 0, 0, 0, 39453220536320, 75882271047660, 0, 0, -76467576766464, 0, -175604448561280, 0, 0, -1190367147245960, 2314469739404160, 0, 0, 0, 0, -3318667295851512, -688319945220096, 0, 0, -3949745631596856, 0, -556726974196440, 0, 0, 1273587577483264, 780735706678512, 0, 0, 0, 0, -2126090879265600, 2629311171640236, 0, 0, -1615691434549248, 0, 87471287173120, 0, 0, 1359319275001128, 1162671038539776, 0, 0, 0, 0, 2490308401254580, -419003227514880, 0, 0, -4283579826716364, 0, -6521753247677168, 0, 0, -1438835800761984, 225778094380476, 0, 0, 0, 0, -38953597009920, 6810928368159672, 0, 0, 501751021178880, 0, 3402265426663552, 0, 0, 8366923858931116, 1739059977678336, 0, 0, 0, 0, 1061609725913376, -1113763270754304, 0, 0, -5124499797231540, 0, -391891994477504, 0, 0, 194615302946816, -1785176025898860, 0, 0, 0, 0, 1536732409369088, 5533131834698256, 0, 0, 2137007711221632, 0, -781071918301184, 0, 0, -10074582524679072, 30569719136256, 0, 0, 0, 0, -2679330257298300, -4429449312455808, 0, 0, 2186632072226592, 0, -1948985472156632, 0, 0, 2663309016150016, -8961966245415600, 0, 0, 0, 0, 637637436370944, -1442941238043432, 0, 0, 2287626148380672, 0, 7149729053649792, 0, 0, -1700429504332800, 3878658161481600, 0, 0, 0, 0, 13460508426596720, -6347380051390464, 0, 0, 10797398938382544, 0, -4030770816679432, 0, 0, -6522996188545024, -7720666485655626, 0, 0, 0, 0, -9939417764395904, 7962492872663280, 0, 0, 8168666420557440, 0, 1575339278729216, 0, 0, 18343013507347504, 931994849230848, 0, 0, 0, 0, 9997566153282428, -19104217089539328, 0, 0, 12970262054064888, 0, -1892011283596048, 0, 0, -7871647083766912, -13627537584321420, 0, 0, 0, 0, 30167850287104, 848103285526560, 0, 0, 11076419729940480, 0, 9761769866643456, 0, 0, -25022634820415768, 8229506885914752, 0, 0, 0, 0, -3858458796903552, -2849766987792384, 0, 0, 16926328480180212, 0, -5348886828573472, 0, 0, -2922370116222976, -27343345284926784, 0, 0, 0, 0, -1570974666390656, -4436577663602040, 0, 0, 19708410100997376, 0, 16246709174054912, 0, 0, -25151394434809760, 1159875917512704, 0, 0, 0, 0, 30307543866669996, -31838462068174848, 0, 0, 11092352289305112, 0, -4730352593587688, 0, 0, -16056624326155392, -31793159071022904, 0, 0, 0, 0, -5548819419136000, 34749752374540116, 0, 0, 707187840122880, 0, 21316653069793664, 0, 0, -4260843205920480, 14202250275075840, 0, 0, 0, 0, 34825750682193192, -19180566863622144, 0, 0, 3992130153954000, 0, -21703328222755936, 0, 0, -12999881677340672, -29648993841917244, 0, 0, 0, 0, -7251021737873408, 22442766454068624, 0, 0, 24420517766180352, 0, 3472280403312640, 0, 0, 1884754061115128, 9107116310310912, 0, 0, 0, 0, 12907461081264068, -53437563118214784, 0, 0, -3870994540402728, 0, 1376469838145120, 0, 0, -13463873384956416, -30932762194966752, 0, 0, 0, 0, -8911481086672896, 31695369627067272, 0, 0, 14444853341773824, 0, 28460235011143040, 0, 0, 6289430544523680, 45019493485240320, 0, 0, 0, 0, 16034832001834800, -20552005955616768, 0, 0, -2339117089149744, 0, -42190263172949424, 0, 0, -9820071958413312, -23894119465208388, 0, 0, 0, 0, -39830443445021184, 67833780686309448, 0, 0, 29064543714453888, 0, 33817911826169856, 0, 0, 32394020649713440, 3983715311026176, 0, 0, 0, 0, -28759381204914440, -104001301391837184, 0, 0, -59151371422635576, 0, -37551564965644928, 0, 0, -15088595009206016, 10567736932678776, 0, 0, 0, 0, -20434032311619584, 64598124409879572, 0, 0, 8867989427060736, 0, 81807416179238656, 0, 0, 56612445787810440, 104426659515927168, 0, 0, 0, 0, 17098883358582192, -63923965806182400, 0, 0, -77808732100484544, 0, -30614119063118564, 0, 0, -11196389621956608, -10462935824004474, 0, 0, 0, 0, -73714747437193344, 90869663947394880, 0, 0, 25556906560135680, 0, 13535416403755008, 0, 0, 82412474917171216, 56508511042584576, 0, 0, 0, 0, 2739904511503388, -129076128034032384, 0, 0, -103725647271511200, 0, -76670651532367536, 0, 0, 32240018865984000, -21329961128060004, 0, 0, 0, 0, -101165068976128, 108908223286234104, 0, 0, 13272428804087808, 0, 113963946925405056, 0, 0, 20197717515520208, 126139033276808832, 0, 0, 0, 0, -22702798413579712, -5007175952891904, 0, 0, -177482833106730912, 0, -173425464637433064, 0, 0, 3449908832894976, -30401289688701996, 0, 0, 0, 0, -108467576451416832, 181245583156618368, 0, 0, 5947177503960576, 0, 54268954002833408, 0, 0, 199177212936200880, 32853977001492480, 0, 0, 0, 0, 123520485397762768, -170340197717412864, 0, 0, -160025480635133664, 0, -143186099624395272, 0, 0, -87675479532908160, -22763926418541480, 0, 0, 0, 0, -66971588053442560, 304741997364654972, 0, 0, 2177935029043200, 0, 67173919515797504, 0, 0, 159400179936880464, 177343472374096896, 0, 0, 0, 0, 9057901551181008, -105710581125586944, 0, 0, -249228603287610696, 0, -64700422218882852, 0, 0, 11611321412698112, -93506121708919992, 0, 0, 0, 0, -74548992152717312, 331023757849180236, 0, 0, 26628556293533952, 0, 22353137981456384, 0, 0, -187938030813213736, 113279630920833024, 0, 0, 0, 0, 58264425374543260, -285477290260540416, 0, 0, -153823821439100760, 0, -325132913961064592, 0, 0, -28849229711780352, -136535401221784992, 0, 0, 0, 0, -33049310336843776], 'weight': 12, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 34828844
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737267650650, 'source_is_minimal': False, 'source_label': '90.12.c.b.19.3', 'source_level': 90, 'target_conrey_index': 19, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503737267650650, 'target_is_minimal': False, 'target_label': '90.12.c.b.19.3', 'target_level': 90, 'twist_class_label': '10.12.b.a.9.3', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 34828845
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737267650650, 'source_is_minimal': False, 'source_label': '90.12.c.b.19.3', 'source_level': 90, 'target_conrey_index': 9, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 68920803338, 'target_is_minimal': True, 'target_label': '10.12.b.a.9.4', 'target_level': 10, 'twist_class_label': '10.12.b.a.9.3', 'twist_class_level': 10, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 34828846
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737267650650, 'source_is_minimal': False, 'source_label': '90.12.c.b.19.3', 'source_level': 90, 'target_conrey_index': 19, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503737267650650, 'target_is_minimal': False, 'target_label': '90.12.c.b.19.6', 'target_level': 90, 'twist_class_label': '10.12.b.a.9.3', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 12}
  • id: 34828847
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737267650650, 'source_is_minimal': False, 'source_label': '90.12.c.b.19.3', 'source_level': 90, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 9007336895021136, 'target_is_minimal': False, 'target_label': '80.12.c.c.49.6', 'target_level': 80, 'twist_class_label': '10.12.b.a.9.3', 'twist_class_level': 10, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 12}
  • id: 34828848
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737267650650, 'source_is_minimal': False, 'source_label': '90.12.c.b.19.3', 'source_level': 90, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797220290610, 'target_is_minimal': False, 'target_label': '50.12.a.i.1.1', 'target_level': 50, 'twist_class_label': '10.12.b.a.9.3', 'twist_class_level': 10, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 34828849
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737267650650, 'source_is_minimal': False, 'source_label': '90.12.c.b.19.3', 'source_level': 90, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532396847661106, 'target_is_minimal': False, 'target_label': '50.12.a.j.1.3', 'target_level': 50, 'twist_class_label': '10.12.b.a.9.3', 'twist_class_level': 10, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 12}
  • id: 34828850
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737267650650, 'source_is_minimal': False, 'source_label': '90.12.c.b.19.3', 'source_level': 90, 'target_conrey_index': 9, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 68920803338, 'target_is_minimal': True, 'target_label': '10.12.b.a.9.3', 'target_level': 10, 'twist_class_label': '10.12.b.a.9.3', 'twist_class_level': 10, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 12}
  • id: 34828851
    {'conductor': 60, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737267650650, 'source_is_minimal': False, 'source_label': '90.12.c.b.19.3', 'source_level': 90, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336895021136, 'target_is_minimal': False, 'target_label': '80.12.c.c.49.1', 'target_level': 80, 'twist_class_label': '10.12.b.a.9.3', 'twist_class_level': 10, 'twisting_char_label': '60.59', 'twisting_conrey_index': 59, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 273475
    {'charpoly_factorization': [[[1024, 0, 1], 3]], 'hecke_orbit_code': 4503737267650650, 'p': 2}
  • id: 273476
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 4503737267650650, 'p': 3}
  • id: 273477
    {'charpoly_factorization': [[[116415321826934814453125, 1263618469238281250, 4443353271484375, -98147812500, 90999875, 530, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 5}
  • id: 273478
    {'charpoly_factorization': [[[821471635536743699888328256, 0, 4768524644880488688, 0, 6269737308, 0, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 7}
  • id: 273479
    {'charpoly_factorization': [[[115238772106980928, -404865634768, -321364, 1], 2]], 'hecke_orbit_code': 4503737267650650, 'p': 11}
  • id: 273480
    {'charpoly_factorization': [[[421808685154991009437570742786494464, 0, 2232598276005940474875648, 0, 3242722150512, 0, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 13}
  • id: 273481
    {'charpoly_factorization': [[[795095878173640960570519842714944536576, 0, 725882665779375599260336128, 0, 73199191868928, 0, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 17}
  • id: 273482
    {'charpoly_factorization': [[[-4121207449987461336000, -319462670408400, 12054540, 1], 2]], 'hecke_orbit_code': 4503737267650650, 'p': 19}
  • id: 273483
    {'charpoly_factorization': [[[14957846762681537532294011065068622131740224, 0, 463490750526363103794625164528, 0, 1481813406273372, 0, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 23}
  • id: 273484
    {'charpoly_factorization': [[[-268147595125022256585000, -13779398183735700, -128204910, 1], 2]], 'hecke_orbit_code': 4503737267650650, 'p': 29}
  • id: 273485
    {'charpoly_factorization': [[[2552909442324983998840832, -11838476397616128, -229240896, 1], 2]], 'hecke_orbit_code': 4503737267650650, 'p': 31}
  • id: 273486
    {'charpoly_factorization': [[[3061243992938796298127040870228735860263419460489216, 0, 130763264713808323853717329026494208, 0, 722293917618208368, 0, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 37}
  • id: 273487
    {'charpoly_factorization': [[[-54179870880252566251237112, -304479477768531508, -82384474, 1], 2]], 'hecke_orbit_code': 4503737267650650, 'p': 41}
  • id: 273488
    {'charpoly_factorization': [[[184212665632696126869849001119331814629705042060961344, 0, 1526283866896586900257178066174658288, 0, 2751527311661286492, 0, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 43}
  • id: 273489
    {'charpoly_factorization': [[[23564777568302653637514303244674890071259287391390595136, 0, 27901233390726366068359487529489432048, 0, 10058434048444369788, 0, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 47}
  • id: 273490
    {'charpoly_factorization': [[[10888090580782708470293043831209446219844886121651605504, 0, 131826922332364563610254929900732083968, 0, 23242988550780343152, 0, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 53}
  • id: 273491
    {'charpoly_factorization': [[[-23713258087549932302956280000, 6151396739479137200, 8831981180, 1], 2]], 'hecke_orbit_code': 4503737267650650, 'p': 59}
  • id: 273492
    {'charpoly_factorization': [[[541291806227070973065222472, -6145888615605223668, 2510396214, 1], 2]], 'hecke_orbit_code': 4503737267650650, 'p': 61}
  • id: 273493
    {'charpoly_factorization': [[[57023247884208333097037239850660953186282096583741632576, 0, 59611874667928014841266755340923418194928, 0, 514953376525337199228, 0, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 67}
  • id: 273494
    {'charpoly_factorization': [[[73526716663041056380837774848, 103522949227152130752, 28394209416, 1], 2]], 'hecke_orbit_code': 4503737267650650, 'p': 71}
  • id: 273495
    {'charpoly_factorization': [[[496511249111637261156946329167641664942013387497661561831424, 0, 44453981899030472437682249864668517756928, 0, 413932503778819342272, 0, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 73}
  • id: 273496
    {'charpoly_factorization': [[[26328492861159437519953890816000, -2383107470367382022400, -1301275440, 1], 2]], 'hecke_orbit_code': 4503737267650650, 'p': 79}
  • id: 273497
    {'charpoly_factorization': [[[873452802546408416144325251705957789200752154469355725924152384, 0, 3733536331502475676808674863816953568423408, 0, 4453838420469914470332, 0, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 83}
  • id: 273498
    {'charpoly_factorization': [[[-196863784342782398550932844271000, 364772629909018064300, 124724206270, 1], 2]], 'hecke_orbit_code': 4503737267650650, 'p': 89}
  • id: 273499
    {'charpoly_factorization': [[[127144876838874017283355996431158635488113388123328753234069159936, 0, 109156086926499336043384756999017801657090048, 0, 24399388427795871967488, 0, 1], 1]], 'hecke_orbit_code': 4503737267650650, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '90.12.c.b', 'level': 90, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21311809
    {'hecke_orbit_code': 4503737267650650, 'n': 1, 'trace_an': 6}
  • id: 21311810
    {'hecke_orbit_code': 4503737267650650, 'n': 2, 'trace_an': 0}
  • id: 21311811
    {'hecke_orbit_code': 4503737267650650, 'n': 3, 'trace_an': 0}
  • id: 21311812
    {'hecke_orbit_code': 4503737267650650, 'n': 4, 'trace_an': -6144}
  • id: 21311813
    {'hecke_orbit_code': 4503737267650650, 'n': 5, 'trace_an': -530}
  • id: 21311814
    {'hecke_orbit_code': 4503737267650650, 'n': 6, 'trace_an': 0}
  • id: 21311815
    {'hecke_orbit_code': 4503737267650650, 'n': 7, 'trace_an': 0}
  • id: 21311816
    {'hecke_orbit_code': 4503737267650650, 'n': 8, 'trace_an': 0}
  • id: 21311817
    {'hecke_orbit_code': 4503737267650650, 'n': 9, 'trace_an': 0}
  • id: 21311818
    {'hecke_orbit_code': 4503737267650650, 'n': 10, 'trace_an': -385920}
  • id: 21311819
    {'hecke_orbit_code': 4503737267650650, 'n': 11, 'trace_an': 642728}
  • id: 21311820
    {'hecke_orbit_code': 4503737267650650, 'n': 12, 'trace_an': 0}
  • id: 21311821
    {'hecke_orbit_code': 4503737267650650, 'n': 13, 'trace_an': 0}
  • id: 21311822
    {'hecke_orbit_code': 4503737267650650, 'n': 14, 'trace_an': 2125952}
  • id: 21311823
    {'hecke_orbit_code': 4503737267650650, 'n': 15, 'trace_an': 0}
  • id: 21311824
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